"Odd Primary Periodic Phenomena in the Classical Adams Spectral Sequence" by Paul L. Shick

Selected Works of Paul L. Shick

Follow Contact

Article

Odd Primary Periodic Phenomena in the Classical Adams Spectral Sequence

Mathematics and Computer Science

Paul L. Shick, John Carroll University

Download Find in your library

Document Type

Article

Publication Date

9-1-1988

Disciplines

Computer Sciences and
Mathematics

Abstract

We study certain periodic phenomena in the cohomology of the mod ρ Steenrod algebra which are related to the polynomial generators υn ∈ π∗ΒΡ. A chromatic resolution of the Ε2 term of the classical Adams spectral sequence is constructed.

Comments

P. L. Shick. Odd Primary Periodic Phenomena in the Classical Adams Spectral Sequence, Transactions of the American Mathematical Society. Vol. 309 (1988), pp. 77-86.

First published in Transactions of the American Mathematical Society in 309(1), published by the American Mathematical Society

Citation Information

Paul L. Shick. "Odd Primary Periodic Phenomena in the Classical Adams Spectral Sequence" (1988)
Available at: http://works.bepress.com/paul_shick/2/